Fixed point of multivalued ρ−contractive mappings and their comparison in modular function spaces
Authors/Creators
- 1. University of Lagos
- 2. Univeristy of Lagos
Description
This paper presents a comprehensive survey on some multivalued ρ−contractive type mappings
in the framework of modular function spaces, in which case, existence of fixed points are proved
and the various ρ−contractive type mappings considered are compared in the framwork of
modular function spaces. Our results complement the results obtained on normed and metric
spaces in literature. Also, our method of proof serves as a guide to obtain several similar
improved results for nonexpansive, pseudo-contractive and accretive type mappings.
This paper presents a comprehensive survey on some multivalued ρ−contractive type mappings
in the framework of modular function spaces, in which case, existence of fixed points are proved
and the various ρ−contractive type mappings considered are compared in the framwork of
modular function spaces. Our results complement the results obtained on normed and metric
spaces in literature. Also, our method of proof serves as a guide to obtain several similar
improved results for nonexpansive, pseudo-contractive and accretive type mappings.
This paper presents a comprehensive survey on some multivalued ρ−contractive type mappings
in the framework of modular function spaces, in which case, existence of fixed points are proved
and the various ρ−contractive type mappings considered are compared in the framwork of
modular function spaces. Our results complement the results obtained on normed and metric
spaces in literature. Also, our method of proof serves as a guide to obtain several similar
improved results for nonexpansive, pseudo-contractive and accretive type mappings.